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This year's units:
Moving Straight Ahead 10-11
Stretching and Shrinking 10-11
Comparing and Scaling 10-11
Variables and Patterns 10-11
Previous year's units:
Accentuate the Negative 0910
Stretching and Shrinking 0910
Variables and Patterns 0910
Comparing and Scaling 0910
Variables and Patterns 0809
Stretching and Shrinking 0809
Comparing and Scaling 0809
Accentuate the Negative 0809
Moving Straight Ahead 0809
Variables and Patterns/
Stretching and Shrinking 0708
Stretching and Shrinking b 08
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Stretching and Shrinking
Big Idea
Many things in our world are mathematically similar and we can use this to understand and describe the world around us.
Essential Question # 1 - How can I make a drawn figure larger?
1.1 Stretching a Figure
- Arfan
Mathematical Reflections p.13
- Eva
Essential Question # 2 - What is the same and what is different about “similar” figures?
2.1 Drawing Wumps
- Matthew
2.2 Nosing Around
- Pratik
2.3 Making Wump Hats
- Nity
Mathematical Reflections p.
27
- Vio
Essential Question # 3 - How can I use math to check if two figures are similar?
3.1 Identifying Similar Figures
- Drew
3.2 Building with Rep-tiles
- Hunter
3.3 Subdividing to find Rep-tiles
- Jason
Mathematical Reflections p.40
- Danish
Essential Question # 4/5 - What types situations can I use my similarity ideas to solve?
4.1 Using Similarity to Solve a Mystery
- Adit
4.2 Scaling Up
- Jae
4.3 Making Copies
- Rigsby
4.4 Using Map Scales
- Aiman
Mathematical Reflections p.58
- Warsarme
Essential Question # 4/5 - What types situations can I use my similarity ideas to solve?
5.1 Using Shadows to Find Heights
- Lamisa
5.2 Using Mirrors to Find Heights
- Ned
5.3 Using Similar Triangles to find Distances
- Lena
Mathematical Reflections p.
74
- Vio
Stretching and Shrinking Vocabulary
angle measure
compare
congruent
corresponds/corresponding
diameter
image
parallel
perpendicular
ratio
scale
scale factor
similar
vertex
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Big IdeaMany things in our world are mathematically similar and we can use this to understand and describe the world around us.
Essential Question # 1 - How can I make a drawn figure larger?
1.1 Stretching a Figure - Arfan
Mathematical Reflections p.13 - Eva
Essential Question # 2 - What is the same and what is different about “similar” figures?
2.1 Drawing Wumps - Matthew
2.2 Nosing Around - Pratik
2.3 Making Wump Hats - Nity
Mathematical Reflections p.27 - Vio
Essential Question # 3 - How can I use math to check if two figures are similar?
3.1 Identifying Similar Figures - Drew
3.2 Building with Rep-tiles - Hunter
3.3 Subdividing to find Rep-tiles - Jason
Mathematical Reflections p.40 - Danish
Essential Question # 4/5 - What types situations can I use my similarity ideas to solve?
4.1 Using Similarity to Solve a Mystery - Adit
4.2 Scaling Up - Jae
4.3 Making Copies - Rigsby
4.4 Using Map Scales - Aiman
Mathematical Reflections p.58 - Warsarme
Essential Question # 4/5 - What types situations can I use my similarity ideas to solve?
5.1 Using Shadows to Find Heights - Lamisa
5.2 Using Mirrors to Find Heights - Ned
5.3 Using Similar Triangles to find Distances - Lena
Mathematical Reflections p.74 - Vio
Stretching and Shrinking Vocabulary